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Control theory / Hankel singular value / State space / Principal component analysis / Eigenvalues and eigenvectors / Controllability / Observability / Lanczos algorithm / Gramian matrix / Algebra / Linear algebra / Mathematics


AIAA[removed]BALANCED MODEL REDUCTION VIA THE PROPER ORTHOGONAL DECOMPOSITION K. Willcox and J. Peraire Fluid Dynamics Research Laboratory
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Document Date: 2005-08-31 10:34:55


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City

Anaheim / Reston / New York / /

Company

Controlled Nonlinear Systems / Probability Theory / Linear Dynamic Systems / D. Van Nostrand Company Inc. / Salomon / J. Peraire Fluid Dynamics Research Laboratory / Astronautics Inc. / Unsteady Aerodynamic Systems / Large-Scale Dynamic Systems / /

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Event

Reorganization / /

Facility

Stanford University / Massachusetts Institute of Technology / American Institute of Aeronautics / Rice University / J. Peraire Fluid Dynamics Research Laboratory Massachusetts Institute of Technology Cambridge / /

IndustryTerm

large systems / order systems / state-space systems / complicated uid dynamic applications / primal and dual systems / nonlinear systems / outer product / approximate grammian product / scalar product / grammian product / energy / /

MusicAlbum

POD / /

Organization

Congress / American Institute of Aeronautics and Astronautics / Institute of Technology Cambridge / World Congress / American Institute of Aeronautics / Stanford University / Singapore MIT Alliance / American Institute of Aeronautics and Astronautics Paper / Rice University / Massachusetts Institute of Technology / /

Person

Van Dooren / Wc / /

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Position

Model Reduction / /

ProgrammingLanguage

L / /

ProvinceOrState

Virginia / New York / Massachusetts / /

PublishedMedium

Journal of Computational Physics / /

RadioStation

Wave / /

SportsLeague

Stanford University / /

Technology

AV / balancing algorithm / Fluid Dynamics / GMRES algorithm / simulation / /

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